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Type: Article
Diagrams in categories of partial linear spaces of order two
Abstract:
In this note we define, using a universal property, the concept of diagram for a space in categories of not necessarily finite partial linear spaces of order two and prove that in the category of symplectic-type spaces all spaces have diagrams.
In this note we define, using a universal property, the concept of diagram for a space in categories of not necessarily finite partial linear spaces of order two and prove that in the category of symplectic-type spaces all spaces have diagrams.
Keywords: SYMPLECTIC TRANSVECTIONS; 3-TRANSPOSITIONS; ORBITS
MSC: 18B99 (15A03 51E99)
Journal: Communications in Algebra
ISSN: 0092-7872
Year: 2010
Volume: 38
Number: 6
Pages: 2271--2281



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